1.
A Necessary and Sufficient Condition for Riemannian Integrability of the Limit Funtion of a Sequence of Riemann Integrable Functions
黎曼可积函数序列的极限函数为黎曼可积的充要条件——黎曼积分号下取极限的充要条件
2.
An In-depth Study on Uniform Convergence and Analyticity Kept by the Functions Defined as Limits;
一致收敛及保持极限函数分析性质的深入研究
3.
The Limits and Continuities of Regarding Function of One Variable as Function of Two Variables;
视一元函数为二元函数时的极限与连续
4.
The Derivate of the Function with Finite Limit at the Infinite Point;
在无穷远处有有穷极限的函数的导数
5.
Methods of Determining the Pole of Order(Finite Number) of Function;
判定函数的极点(有限数)的级的方法
6.
Seeking Functional Limit by Equivalent Infinitesimal Replacement;
利用“等价无穷小的替换”求函数的极限
7.
A Note on "One Method of Requesting the Limit of Function of Many Variables";
关于多元函数极限的一种求法的注记
8.
Seek the functional limit by making use of “mean value theorem and B.Taylor expansion”;
利用中值定理和泰勒公式求函数极限
9.
"Proper Enlarging"in the proving of Definition of Function-limit;
函数极限定义证明中的“适当放大”
10.
The Application of spherical coordinates in the Limit of Function of Many Variables;
球面坐标在求多元函数极限中的应用
11.
On Functional Limit Property and Its Inequality;
关于函数极限及其不等式性质的思考
12.
FREQUENTLY USCE WAYS IN EVALUATING THE LIMIT VALUE IN FUNCTIONS WITH ONE VARIATION;
一元函数求极限常用方法及错误分析
13.
SOME THEORIES ABOUT FUNCTION LIMITE ON THE DEFINITE OF D--EXPRESSION;
在D—语言定义下函数极限的有关定理
14.
The application of power function approaching speed in the ultimate operation
幂函数逼近速度在极限运算中的应用
15.
A Talk on Maximum and Continuity of Function;
比较法在数学教学中的运用——从“函数的极限”与“函数的连续性”谈起
16.
the branch of mathematics that is concerned with limits and with the differentiation and integration of functions.
讨论函数的极限,微分与积分的数学分支。
17.
Representation of Diracδ(x)Function Using Limit of Function (sinαx)/(πx )for the Variable x and on Example of Application;
用函数(sinαx)/(πx)的极限表示Dirac δ(x)函数及其一个应用
18.
Applied the Functional Sequence’s Limit Theorem and the Repeated Limit Theorem to the Exchange Order Theorem of Repeated Integral
应用函数列的极限理论和累次极限对累次积分换序的处理